Weekly Colloquium/Seminar Notices
MONDAY, 10/8 |
2:00 PM MTH 3206
| ALGEBRA/NUMBER THEORY SEMINAR
Kartik Prasanna, UMCP: Algebraic Cycles and Exotic Heegner Points I
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4:00 PM Art-Socio Bldg. ROOM 2203 | GEOMETRY/TOPOLOGY SEMINAR - Distinguished Scholar-Teacher
Lecture (Note Change of Time and Location) - Reception to Follow in the Atrium
William Goldman, UMCP: Playing Pool on Curved Surfaces and
the Wrong Way to Add Fractions
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TUESDAY, 10/9 |
2:00 PM MTH 1311 | STUDENT GEOMETRY/TOPOLOGY SEMINAR
Fernando Galaz-Garcia - UMCP and Notre Dame: Low-dimensional Fixed Point Homogeneous
Riemannian Manifolds with Nonnegative Curvature
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2:00 PM MTH 1310 | STUDENTS DYNAMICS SEMINAR
Yu-Ru Huang, UMCP: Invariant Cantor Sets of Maps on S1
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3:00 PM MTH 1311 | LOGIC SEMINAR
Chris Laskowski, UMCP: Borel Complexity of Some Omega-stable Theories
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3:30 PM MTH 3206 | NUMERICAL ANALYSIS SEMINAR
Prof. Adam Oberman (Simon Frazer University, Canada): Fully Nonlinear Second Order Elliptic Partial
Differential Equations: Numerics and Game Interpretations
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WEDNESDAY, 10/10 |
2:00 PM CSIC 4122 | CSCAMM SEMINAR
Dr. Amit Singer, Department of Mathematics,
Yale University: Geometric Inversion Problems with Case
Studies in Structural Biology and Sensor Networks
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2:00 PM MTH 1313 | LIE GROUP AND REPRESENTATION THEORY SEMINAR
Michael Kapovich (UC Davis): Saturation Theorems
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4:00 PM MTH 3206 | MATHEMATICS MINICOURSE SERIES
Vadim Kaloshin: On Density of Collisions and Syzygies
Conjectures for the Newtonian 3 Body Problem
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THURSDAY, 10/11 |
2:00 PM
| DYNAMICS SEMINAR
Giovanni Forni, UMCP: Remarks on the Greenfield-Wallach and
Katok Conjectures
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3:30 PM MTH 3206 | PDE/APPLIED MATH SEMINAR
Seung-Yeal Ha, Department of Mathematical Sciences
Seoul National University: Uniform Lp-stability Problem for the
Boltzmann Equation
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4:30 PM MTH 3206 | NORBERT WIENER CENTER SEMINAR
Nate Strawn, UMCP: A New Technique for Finite Frame Construction
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FRIDAY, 10/12 |
3:00 PM MTH 3206 | JOINT MATHEMATICS COLLOQUIUM/CSCAMM SEMINAR
Nira Dyn, School of Mathematical Sciences
(Tel-Aviv University): Subdivision Schemes for the Refinement of
Geometric Objects
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